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Panasonic PT-REQ15 (Panasonic_PT-REQ15.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="PT-REQ15" ShortName="PT-REQ15" Company="Panasonic" Version="3">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>6f27ea22-bd3a-4c59-a7ff-b8b9d6d68819</Thumbnail>
  <History Date="29-09-17" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="05-03-24" Author="Nic Morris" Comment="Created from Panasonic PT-DZ21KE (there appear to be a number of ranges that are defined but not used in the mapping.  mode 2 and user look identical)" Version="2" />
  <History Date="17-03-25" Author="Nic Morris" Comment="Created from Panasonic PT-RZ31K" Version="3" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Dimmer" Name="Light Output" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Input_Select(1)" Name="Input Select" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="HDMI1" Display="'HDMI1'" Dmx="40~47" />
    </Attribute>
    <Attribute ID="Input_Select(2)" Name="Input Select" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="HDMI1" Display="'HDMI1'" Dmx="32~39" />
      <Function ID="3" Name="HDMI2" Display="'HDMI2'" Dmx="40~47" />
      <Function ID="4" Name="DisplayPort" Display="'DisplayPort'" Dmx="48~55" />
      <Function ID="5" Name="SLOT-1" Display="'SLOT-1'" Dmx="80~87" />
      <Function ID="6" Name="SLOT-2" Display="'SLOT-2'" Dmx="88~95" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Lens_Func" Name="Lens Func" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="H-Shift" Display="'H-Shift'" Dmx="16~31" />
      <Function ID="3" Name="V-Shift" Display="'V-Shift'" Dmx="32~47" />
      <Function ID="4" Name="Focus" Display="'Focus'" Dmx="48~63" />
      <Function ID="5" Name="Zoom" Display="'Zoom'" Dmx="64~79" />
      <Function ID="6" Name="Home" Display="'Home'" Dmx="80~95" />
      <Function ID="7" Name="Load LENS MEMORY 1" Display="'Load LENS MEMORY 1'" Dmx="96~111" Iris="0~0" Zoom="0~0" />
      <Function ID="8" Name="Load LENS MEMORY 2" Display="'Load LENS MEMORY 2'" Dmx="112~127" Iris="0~0" Zoom="0~0" />
      <Function ID="9" Name="Load LENS MEMORY 3" Display="'Load LENS MEMORY 3'" Dmx="128~143" Iris="0~0" Zoom="0~0" />
      <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Lens_Control" Name="Lens Control" Description="" Group="B">
      <Locate Locate="4" PowerOn="4" />
      <Function ID="1" Name="(-) High Speed" Display="'(-) High Speed'" Dmx="0~0" />
      <Function ID="2" Name="(-) Low Speed" Display="'(-) Low Speed'" Dmx="32~63" />
      <Function ID="3" Name="(-) Fine Adjustment" Display="'(-) Fine Adjustment'" Dmx="64~95" />
      <Function ID="4" Name="Stop" Display="'Stop'" Dmx="100~100" />
      <Function ID="5" Name="(+) Fine Adjustment" Display="'(+) Fine Adjustment'" Dmx="128~159" />
      <Function ID="6" Name="(+) Low Speed" Display="'(+) Low Speed'" Dmx="160~191" />
      <Function ID="7" Name="(+) High Speed" Display="'(+) High Speed'" Dmx="192~223" />
      <Function ID="8" Name="Execute Command Action" Display="'Execute Command Action'" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Lens_Position" Name="Lens Position" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Home Position" Display="'Home Position'" Dmx="32~63" />
      <Function ID="3" Name="Load LENS MEMORY 1" Display="'Load LENS MEMORY 1'" Dmx="64~79" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Load LENS MEMORY 2" Display="'Load LENS MEMORY 2'" Dmx="80~95" Iris="0~0" Zoom="0~0" />
      <Function ID="5" Name="Load LENS MEMORY 3" Display="'Load LENS MEMORY 3'" Dmx="96~111" Iris="0~0" Zoom="0~0" />
      <Function ID="6" Name="Load LENS MEMORY 4" Display="'Load LENS MEMORY 4'" Dmx="112~127" Iris="0~0" Zoom="0~0" />
      <Function ID="7" Name="Load LENS MEMORY 5" Display="'Load LENS MEMORY 5'" Dmx="128~143" Iris="0~0" Zoom="0~0" />
      <Function ID="8" Name="Load LENS MEMORY 6" Display="'Load LENS MEMORY 6'" Dmx="144~159" Iris="0~0" Zoom="0~0" />
      <Function ID="9" Name="Load LENS MEMORY 7" Display="'Load LENS MEMORY 7'" Dmx="160~175" Iris="0~0" Zoom="0~0" />
      <Function ID="10" Name="Load LENS MEMORY 8" Display="'Load LENS MEMORY 8'" Dmx="176~191" Iris="0~0" Zoom="0~0" />
      <Function ID="11" Name="Load LENS MEMORY 9" Display="'Load LENS MEMORY 9'" Dmx="192~207" Iris="0~0" Zoom="0~0" />
      <Function ID="12" Name="Load LENS MEMORY 10" Display="'Load LENS MEMORY 10'" Dmx="208~223" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Lens_H_Shift" Name="Lens H Shift" Description="" Group="B">
      <Locate Locate="4" PowerOn="4" />
      <Function ID="1" Name="(-) High Speed" Display="'(-) High Speed'" Dmx="0~0" />
      <Function ID="2" Name="(-) Low Speed" Display="'(-) Low Speed'" Dmx="32~63" />
      <Function ID="3" Name="(-) Fine Adjustment" Display="'(-) Fine Adjustment'" Dmx="64~95" />
      <Function ID="4" Name="Stop" Display="'Stop'" Dmx="128~128" />
      <Function ID="5" Name="(+) Fine Adjustment" Display="'(+) Fine Adjustment'" Dmx="160~191" />
      <Function ID="6" Name="(+) Low Speed" Display="'(+) Low Speed'" Dmx="192~223" />
      <Function ID="7" Name="(+) High Speed" Display="'(+) High Speed'" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Lens_V_Shift" Name="Lens V Shift" Description="" Group="B">
      <Locate Locate="4" PowerOn="4" />
      <Function ID="1" Name="(-) High Speed" Display="'(-) High Speed'" Dmx="0~0" />
      <Function ID="2" Name="(-) Low Speed" Display="'(-) Low Speed'" Dmx="32~63" />
      <Function ID="3" Name="(-) Fine Adjustment" Display="'(-) Fine Adjustment'" Dmx="64~95" />
      <Function ID="4" Name="Stop" Display="'Stop'" Dmx="128~128" />
      <Function ID="5" Name="(+) Fine Adjustment" Display="'(+) Fine Adjustment'" Dmx="160~191" />
      <Function ID="6" Name="(+) Low Speed" Display="'(+) Low Speed'" Dmx="192~223" />
      <Function ID="7" Name="(+) High Speed" Display="'(+) High Speed'" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Lens_Focus" Name="Lens Focus" Description="" Group="B">
      <Locate Locate="4" PowerOn="4" />
      <Function ID="1" Name="(-) High Speed" Display="'(-) High Speed'" Dmx="0~0" />
      <Function ID="2" Name="(-) Low Speed" Display="'(-) Low Speed'" Dmx="32~63" />
      <Function ID="3" Name="(-) Fine Adjustment" Display="'(-) Fine Adjustment'" Dmx="64~95" />
      <Function ID="4" Name="Stop" Display="'Stop'" Dmx="128~128" />
      <Function ID="5" Name="(+) Fine Adjustment" Display="'(+) Fine Adjustment'" Dmx="160~191" />
      <Function ID="6" Name="(+) Low Speed" Display="'(+) Low Speed'" Dmx="192~223" />
      <Function ID="7" Name="(+) High Speed" Display="'(+) High Speed'" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Lens_Zoom" Name="Lens Zoom" Description="" Group="B">
      <Locate Locate="4" PowerOn="4" />
      <Function ID="1" Name="(-) High Speed" Display="'(-) High Speed'" Dmx="0~0" />
      <Function ID="2" Name="(-) Low Speed" Display="'(-) Low Speed'" Dmx="32~63" />
      <Function ID="3" Name="(-) Fine Adjustment" Display="'(-) Fine Adjustment'" Dmx="64~95" />
      <Function ID="4" Name="Stop" Display="'Stop'" Dmx="128~128" />
      <Function ID="5" Name="(+) Fine Adjustment" Display="'(+) Fine Adjustment'" Dmx="160~191" />
      <Function ID="6" Name="(+) Low Speed" Display="'(+) Low Speed'" Dmx="192~223" />
      <Function ID="7" Name="(+) High Speed" Display="'(+) High Speed'" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Power" Name="Power" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Standby" Display="'Standby'" Dmx="0~0" />
      <Function ID="2" Name="No Function" Display="'No Function'" Dmx="128~128" />
      <Function ID="3" Name="Power On" Display="'Power On'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="255~255" />
      <Function ID="2" Name="No Function" Display="'No Function'" Dmx="128~128" />
      <Function ID="3" Name="Open" Display="'Open'" Dmx="0~0" />
    </Attribute>
    <Attribute ID="Fade-In" Name="Fade-In" Description="" Group="S">
      <Locate Locate="13" PowerOn="13" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="0.5s" Display="'0.5s'" Dmx="16~31" />
      <Function ID="3" Name="1.0s" Display="'1.0s'" Dmx="32~47" />
      <Function ID="4" Name="1.5s" Display="'1.5s'" Dmx="48~63" />
      <Function ID="5" Name="2.0s" Display="'2.0s'" Dmx="64~79" />
      <Function ID="6" Name="2.5s" Display="'2.5s'" Dmx="80~95" />
      <Function ID="7" Name="3.0s" Display="'3.0s'" Dmx="96~111" />
      <Function ID="8" Name="3.5s" Display="'3.5s'" Dmx="112~127" />
      <Function ID="9" Name="4.0s" Display="'4.0s'" Dmx="128~143" />
      <Function ID="10" Name="5.0s" Display="'5.0s'" Dmx="144~159" />
      <Function ID="11" Name="7.0s" Display="'7.0s'" Dmx="160~175" />
      <Function ID="12" Name="10.0s" Display="'10.0s'" Dmx="176~191" />
      <Function ID="13" Name="No Function" Display="'No Function'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Fade-Out" Name="Fade-Out" Description="" Group="S">
      <Locate Locate="13" PowerOn="13" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="0.5s" Display="'0.5s'" Dmx="16~31" />
      <Function ID="3" Name="1.0s" Display="'1.0s'" Dmx="32~47" />
      <Function ID="4" Name="1.5s" Display="'1.5s'" Dmx="48~63" />
      <Function ID="5" Name="2.0s" Display="'2.0s'" Dmx="64~79" />
      <Function ID="6" Name="2.5s" Display="'2.5s'" Dmx="80~95" />
      <Function ID="7" Name="3.0s" Display="'3.0s'" Dmx="96~111" />
      <Function ID="8" Name="3.5s" Display="'3.5s'" Dmx="112~127" />
      <Function ID="9" Name="4.0s" Display="'4.0s'" Dmx="128~143" />
      <Function ID="10" Name="5.0s" Display="'5.0s'" Dmx="144~159" />
      <Function ID="11" Name="7.0s" Display="'7.0s'" Dmx="160~175" />
      <Function ID="12" Name="10.0s" Display="'10.0s'" Dmx="176~191" />
      <Function ID="13" Name="No Function" Display="'No Function'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Geometry" Name="Geometry" Description="" Group="B">
      <Locate Locate="8" PowerOn="8" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="Keystone" Display="'Keystone'" Dmx="16~31" />
      <Function ID="3" Name="Curved Correction" Display="'Curved Correction'" Dmx="32~47" />
      <Function ID="4" Name="PC-1" Display="'PC-1'" Dmx="48~63" />
      <Function ID="5" Name="PC-2" Display="'PC-2'" Dmx="64~79" />
      <Function ID="6" Name="PC-3" Display="'PC-3'" Dmx="80~95" />
      <Function ID="7" Name="Corner Correction" Display="'Corner Correction'" Dmx="96~111" />
      <Function ID="8" Name="No Function" Display="'No Function'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Custom_Masking" Name="Custom Masking" Description="" Group="E">
      <Locate Locate="5" PowerOn="5" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="PC-1" Display="'PC-1'" Dmx="32~63" />
      <Function ID="3" Name="PC-2" Display="'PC-2'" Dmx="64~95" />
      <Function ID="4" Name="PC-3" Display="'PC-3'" Dmx="96~127" />
      <Function ID="5" Name="No Function" Display="'No Function'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Enable/Disable" Name="Enable/Disable" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Disable" Display="'Disable'" Dmx="0~0" />
      <Function ID="2" Name="Enable" Display="'Enable'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 12 DMX" Channels="12" Id="dc69c273-ab09-49d1-9374-9bf617513239">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Input_Select(1)" ChannelOffset="2" Wheel="6" />
      <Attribute ID="Lens_Func" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Lens_Control" ChannelOffset="4" Wheel="20" />
      <Attribute ID="Power" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Enable/Disable" ChannelOffset="7" Wheel="28" />
      <Attribute ID="Fade-In" ChannelOffset="8" Wheel="25" />
      <Attribute ID="Fade-Out" ChannelOffset="9" Wheel="26" />
      <Attribute ID="Custom_Masking" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Geometry" ChannelOffset="11" Wheel="80" />
      <Attribute ID="Reserved" ChannelOffset="12" Wheel="29" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 12 DMX" Channels="12" Id="a2f85a7c-146c-46bf-833d-e770e45369fd">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Input_Select(2)" ChannelOffset="2" Wheel="6" />
      <Attribute ID="Lens_Position" ChannelOffset="3" Wheel="21" />
      <Attribute ID="Lens_H_Shift" ChannelOffset="4" Wheel="49" />
      <Attribute ID="Lens_V_Shift" ChannelOffset="5" Wheel="50" />
      <Attribute ID="Lens_Focus" ChannelOffset="6" Wheel="51" />
      <Attribute ID="Lens_Zoom" ChannelOffset="7" Wheel="79" />
      <Attribute ID="Power" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Geometry" ChannelOffset="9" Wheel="80" />
      <Attribute ID="Custom_Masking" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Enable/Disable" ChannelOffset="11" Wheel="28" />
      <Attribute ID="Reserved" ChannelOffset="12" Wheel="29" />
    </Include>
  </Mode>
  <Mode Name="User (Factory Assignment), 12 DMX" Channels="12" Id="2a62e2aa-d651-42c4-ab80-0ba75b295340">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Input_Select(2)" ChannelOffset="2" Wheel="6" />
      <Attribute ID="Lens_Position" ChannelOffset="3" Wheel="21" />
      <Attribute ID="Lens_H_Shift" ChannelOffset="4" Wheel="49" />
      <Attribute ID="Lens_V_Shift" ChannelOffset="5" Wheel="50" />
      <Attribute ID="Lens_Focus" ChannelOffset="6" Wheel="51" />
      <Attribute ID="Lens_Zoom" ChannelOffset="7" Wheel="79" />
      <Attribute ID="Power" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Geometry" ChannelOffset="9" Wheel="80" />
      <Attribute ID="Custom_Masking" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Enable/Disable" ChannelOffset="11" Wheel="28" />
      <Attribute ID="Reserved" ChannelOffset="12" Wheel="29" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:3" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>